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mf_newspaces • Show schema
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{'Nk2': 500, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.2495325063165012, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [500, 2, [251, 377], [1, 2]], 'conrey_index': 251, 'cusp_dim': 4, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 10, 'eis_new_dim': 0, 'hecke_orbit_code': 68736254452, 'hecke_orbit_dims': [4], 'label': '500.1.b', 'level': 500, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 14, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 4, 's4_dim': 0, 'sturm_bound': 75, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, -4, 0, -2, 0, 0, -2, 0, 0, 0, 0, 2, 0, 4, 0, 0, 0, 0, -4, 0, 0, 2, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, -2, 0, 0, 0, 0, -2, 0, 0, -2, 0, 0, 0, 0, 4, 0, -2, 0, 0, 0, 0, -2, 0, 0, -4, 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'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 251, 'conrey_indexes': [251], 'label': '500.1.b', 'level': 500, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 251, 'sub_conrey_indexes': [251], 'sub_dim': 4, 'sub_label': '500.1.b', 'sub_level': 500, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '500.1.b', 'level': 500, 'portrait': 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', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 16630000
{'hecke_orbit_code': 68736254452, 'n': 1, 'trace_an': 4}
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id: 16630001
{'hecke_orbit_code': 68736254452, 'n': 2, 'trace_an': 0}
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id: 16630002
{'hecke_orbit_code': 68736254452, 'n': 3, 'trace_an': 0}
-
id: 16630003
{'hecke_orbit_code': 68736254452, 'n': 4, 'trace_an': -4}
-
id: 16630004
{'hecke_orbit_code': 68736254452, 'n': 5, 'trace_an': 0}
-
id: 16630005
{'hecke_orbit_code': 68736254452, 'n': 6, 'trace_an': -2}
-
id: 16630006
{'hecke_orbit_code': 68736254452, 'n': 7, 'trace_an': 0}
-
id: 16630007
{'hecke_orbit_code': 68736254452, 'n': 8, 'trace_an': 0}
-
id: 16630008
{'hecke_orbit_code': 68736254452, 'n': 9, 'trace_an': -2}
-
id: 16630009
{'hecke_orbit_code': 68736254452, 'n': 10, 'trace_an': 0}
-
id: 16630010
{'hecke_orbit_code': 68736254452, 'n': 11, 'trace_an': 0}
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id: 16630011
{'hecke_orbit_code': 68736254452, 'n': 12, 'trace_an': 0}
-
id: 16630012
{'hecke_orbit_code': 68736254452, 'n': 13, 'trace_an': 0}
-
id: 16630013
{'hecke_orbit_code': 68736254452, 'n': 14, 'trace_an': 2}
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id: 16630014
{'hecke_orbit_code': 68736254452, 'n': 15, 'trace_an': 0}
-
id: 16630015
{'hecke_orbit_code': 68736254452, 'n': 16, 'trace_an': 4}
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id: 16630016
{'hecke_orbit_code': 68736254452, 'n': 17, 'trace_an': 0}
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id: 16630017
{'hecke_orbit_code': 68736254452, 'n': 18, 'trace_an': 0}
-
id: 16630018
{'hecke_orbit_code': 68736254452, 'n': 19, 'trace_an': 0}
-
id: 16630019
{'hecke_orbit_code': 68736254452, 'n': 20, 'trace_an': 0}
-
id: 16630020
{'hecke_orbit_code': 68736254452, 'n': 21, 'trace_an': -4}
-
id: 16630021
{'hecke_orbit_code': 68736254452, 'n': 22, 'trace_an': 0}
-
id: 16630022
{'hecke_orbit_code': 68736254452, 'n': 23, 'trace_an': 0}
-
id: 16630023
{'hecke_orbit_code': 68736254452, 'n': 24, 'trace_an': 2}
-
id: 16630024
{'hecke_orbit_code': 68736254452, 'n': 25, 'trace_an': 0}
-
id: 16630025
{'hecke_orbit_code': 68736254452, 'n': 26, 'trace_an': 0}
-
id: 16630026
{'hecke_orbit_code': 68736254452, 'n': 27, 'trace_an': 0}
-
id: 16630027
{'hecke_orbit_code': 68736254452, 'n': 28, 'trace_an': 0}
-
id: 16630028
{'hecke_orbit_code': 68736254452, 'n': 29, 'trace_an': 2}
-
id: 16630029
{'hecke_orbit_code': 68736254452, 'n': 30, 'trace_an': 0}
-
id: 16630030
{'hecke_orbit_code': 68736254452, 'n': 31, 'trace_an': 0}
-
id: 16630031
{'hecke_orbit_code': 68736254452, 'n': 32, 'trace_an': 0}
-
id: 16630032
{'hecke_orbit_code': 68736254452, 'n': 33, 'trace_an': 0}
-
id: 16630033
{'hecke_orbit_code': 68736254452, 'n': 34, 'trace_an': 0}
-
id: 16630034
{'hecke_orbit_code': 68736254452, 'n': 35, 'trace_an': 0}
-
id: 16630035
{'hecke_orbit_code': 68736254452, 'n': 36, 'trace_an': 2}
-
id: 16630036
{'hecke_orbit_code': 68736254452, 'n': 37, 'trace_an': 0}
-
id: 16630037
{'hecke_orbit_code': 68736254452, 'n': 38, 'trace_an': 0}
-
id: 16630038
{'hecke_orbit_code': 68736254452, 'n': 39, 'trace_an': 0}
-
id: 16630039
{'hecke_orbit_code': 68736254452, 'n': 40, 'trace_an': 0}
-
id: 16630040
{'hecke_orbit_code': 68736254452, 'n': 41, 'trace_an': -2}
-
id: 16630041
{'hecke_orbit_code': 68736254452, 'n': 42, 'trace_an': 0}
-
id: 16630042
{'hecke_orbit_code': 68736254452, 'n': 43, 'trace_an': 0}
-
id: 16630043
{'hecke_orbit_code': 68736254452, 'n': 44, 'trace_an': 0}
-
id: 16630044
{'hecke_orbit_code': 68736254452, 'n': 45, 'trace_an': 0}
-
id: 16630045
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